AC-coupled burst mode receiver with wide dynamic range

ABSTRACT

An apparatus and method is disclosed for receiving packets having a wide dynamic range of power levels over a shared medium in a communications system. The receiver responds to a packet with a different power level within an inter-packet time and maintains a constant logic level for a long string of ‘ones’ or ‘zeros’ within a packet. An AC-coupled pre-amplifier provides a voltage signal having a slowly decaying power level for a long string of ‘ones’ or ‘zeros’ within the packet. A differential amplifier with hysteresis, ignores the slowly decaying power level of a long string of ‘ones’ or ‘zeros’ within the packet and does not overwrite the power level of the long string until it detects the end of the string.

RELATED APPLICATION

This application is related to co-pending U.S. patent application entitled “AC Coupled Pre-Amplifier for Burst Signal” by Bowler et. al., Ser. No. 09/845,263, filed on Apr. 30, 2001, the entire teachings of which are incorporated herein by reference.

BACKGROUND OF THE INVENTION

Many communications networks today provide high bit-rate transport over a shared medium, such as a Passive Optical Network (“PON”), a Cable television (“CATV”) coaxial or hybrid fiber/coax network, or a wireless network. These shared medium networks typically use time, frequency or code division multiplexing to transport data signals from a central terminal to several remote customer terminals and Time Division Multiple Access (“TDMA”) to transport data signals from the remote terminals to the central terminal. TDMA is characterized by non-continuous or burst mode data transmission.

In existing optical networks, especially in a PON system, each “packet” of information from a remote terminal is multiplexed in a time sequence on one fiber and transmitted in a burst-like manner. Such burst mode packets transmitted from one or more remote terminals to a receiver at the central terminal present a number of constraints to the receiver. The receiver is likely to receive closely spaced packets that have a wide range of optical power levels. A weak signal in a received packet needs to be amplified sufficiently so that it can be used, but if a strong signal in a packet is amplified too much the signal can be lost due to blinding (saturating) the amplifier. The difference in power levels of the incoming packets may be such that the noise induced on a powerful signal in one packet may be greater than a weak signal in a subsequent packet.

In burst mode, a guard time is provided between packets. Typically, the guard time is the time to transmit 8 bits. For example, at 6 nano-seconds (“ns”) per bit, the time to transmit 8 bits is 48 ns. Thus, the receiver must be able to respond to a packet with a different power level in less than 8 bit times. The power ratio between sequential packets can be as much as 1000:1. The receiver also has to respond to a weak signal in a subsequent packet within the guard time between packets.

An incoming packet can include a long string of bits set to logic ‘one’ or logic ‘zero’. The receiver has to maintain the output at a constant logic level while the string of bits set to logic ‘one’ or logic ‘zero’ is being received. However, the string of bits set to logic ‘one’ or logic ‘zero’ may be longer, up to three times longer or more, than the guard time between packets.

A burst mode receiver can be AC coupled or DC coupled. Prior art AC coupled receivers cannot maintain the voltage level for a long string of ‘ones’ or ‘zeros’ in a packet and also respond to a weak signal in a subsequent packet within the guard time between packets. Therefore, the AC coupled receiver may drop bits in the next packet while adapting to the new power level.

In a DC coupled receiver, a rapidly responding Automatic Gain Control (“AGC”) is used to keep an amplifier from saturating on the noise or logic ‘zero’ power level on a strong incoming signal. However, AGC can produce severe Pulse Width Distortion (“PWD”) after receiving a long string of ‘ones’ or ‘zeros’ in a packet at a high power level. Furthermore, the AGC must be extremely fast. This limits the incoming data rate at which the DC coupled receiver can operate because as the incoming data rate increases, so does the speed required for the AGC.

SUMMARY OF THE INVENTION

In accordance with the present invention, a burst mode receiver that has a wide dynamic range and high sensitivity between any two adjacent packets having a high power ratio is provided.

The burst mode receiver includes a converter. The converter converts a received optical signal into an electrical signal. A pre-amplifier is coupled to the converter. The pre-amplifier receives the electrical signal from the converter and provides a corresponding voltage signal. The voltage signal has a driven edge time constant for each driven edge of the electrical signal and an undriven edge time constant that is extended and longer than the driven edge time constant for each undriven edge of the electrical signal. A differential amplifier having a hysteresis circuit is coupled to the pre-amplifier. The differential amplifier receives the voltage signal from the pre-amplifier and provides a digital signal corresponding to the voltage signal. The hysteresis circuit holds the digital signal in a particular state for each undriven edge of the voltage signal and changes the state of the digital signal for each driven edge of the voltage signal.

The optical signal may include a plurality of packets transmitted in burst mode or continuous mode. The undriven edge time constant is shorter than a guard time between packets transmitted in burst mode. The packets have a wide dynamic range of power levels. The power level of a packet may range from −32 dBm to −7 dBm.

The burst mode receiver may include a filter coupled between the pre-amplifier and the differential amplifier. The optical signal can be received from a transmitter in a Passive Optical Network.

A method for receiving an optical signal converts the optical signal to an electrical signal. The electrical signal is AC-coupled to provide an AC-coupled signal. A voltage signal corresponding to the AC-coupled signal is provided. The voltage signal has a driven edge time constant corresponding to each driven edge of the AC-coupled signal and an undriven edge time constant extended and longer than the driven edge time constant corresponding to each undriven edge of the AC-coupled signal. A digital signal corresponding to the voltage signal is provided, which holds a particular state for each undriven edge of the voltage signal and changes state for each driven edge of the voltage signal.

BRIEF DESCRIPTION OF THE DRAWINGS

The foregoing and other objects, features and advantages of the invention will be apparent from the following more particular description of preferred embodiments of the invention, as illustrated in the accompanying drawings in which like reference characters refer to the same parts throughout the different views. The drawings are not necessarily to scale, emphasis instead being placed upon illustrating the principles of the invention.

FIG. 1 is a block diagram of an optical access system;

FIG. 2A is a graph illustrating power levels of a plurality of packets received by the burst mode receiver over the PON shown in FIG. 1;

FIG. 2B illustrates the data in two of the received packets shown in FIG. 2A;

FIG. 3 is a block diagram of a burst mode receiver in the central terminal shown in FIG. 1 according to the present invention;

FIG. 4 is a circuit diagram of the converter in the burst mode receiver shown in FIG. 3;

FIG. 5A is a circuit diagram of an embodiment of the AC-coupled pre-amplifier in the burst mode receiver shown in FIG. 3;

FIG. 5B illustrates an ideal transfer curve for a differential amplifier showing the relationship between the output voltage and the difference in voltage between the two input voltages;

FIG. 5C is a timing diagram illustrating the electrical signal, the corresponding AC-coupled electrical signal and the positive output of the differential amplifier for a portion of a received packet in the embodiment of the pre-amplifier shown in FIG. 5A;

FIG. 5D is a circuit diagram of another embodiment of an AC-coupled pre-amplifier in the burst mode receiver shown in FIG. 3;

FIG. 6A is a circuit diagram of the comparator with hysteresis in the burst mode receiver shown in FIG. 3;

FIG. 6B is a timing diagram illustrating a non-inverted voltage signal and inverted voltage input to the comparator with hysteresis and the non-inverted output signal from the comparator with hysteresis shown in FIG. 6A;

FIG. 7 is a measured trace of the electrical signal at the output of the converter shown in FIG. 4;

FIGS. 8A–8B are measured traces of an AC-coupled electrical signal at the input of the differential amplifier in the AC-coupled pre-amplifier shown in FIG. 5A corresponding to the output of the converter shown in FIG. 7;

FIGS. 9A–9B are measured traces of the output of the pre-amplifier shown in FIG. 5A corresponding to the AC-coupled signal shown in FIGS. 8A–8B;

FIGS. 10A–10B are measured traces of digital signals at the input of the comparator with hysteresis shown in FIG. 6A;

FIGS. 11A–11C are measured traces of digital signals at the input of the burst mode receiver and the output of the burst mode receiver shown in FIG. 3.

DETAILED DESCRIPTION OF THE INVENTION

A description of preferred embodiments of the invention follows.

The principles of the present invention are now described with reference to an embodiment in a Passive Optical Network (“PON”) system. However, it should be understood that the principles of the present invention are applicable to other shared medium networks that use burst mode transmission.

FIG. 1 is a block diagram of an optical access system 102. The optical access system 102 includes a central terminal or hub 100, remote terminals 120 _(1-N) and a PON 140. The optical access system 102 provides a downstream data signal 122 over the PON 140 from the central terminal 100 to the remote terminals 120 _(1-N) using Time Division Multiplexing (“TDM”) transmission over the media. An upstream data signal 116 from the remote terminals 120 _(1-N) to the central terminal 100 over the PON 140 is provided in burst transmissions using Time Division Multiple Access (“TDMA”). The central terminal 100 includes a burst mode receiver 160 for receiving packets transmitted from one or more remote terminals 120 _(1-N).

Note that the terms downstream and upstream are used herein to refer to the direction of transmission signal flow. The downstream direction refers to signals from the central terminal 100 toward the remote terminals 120 _(1-N). The upstream direction refers to signals from the remote terminals 120 _(1-N) toward the central terminal 100.

FIG. 2A is a graph illustrating power levels of a plurality of packets 200 ₁–200 ₄ received by the receiver 160 over the PON 140 shown in FIG. 1. Each packet 200 ₁–200 ₄ is transmitted in its respective time slot 210 ₁–210 ₄ from its respective remote terminal 120 _(1-N) over the PON 140 to the receiver 160 (FIG. 1).

As shown in FIG. 2A, the power levels of received data packets 200 ₁₋₄ range from P to P₄ with P₁ being the lowest power level and P₄ being the highest power level. Packet 200, with power level P₂ is received, then packet 200 ₂ with the lowest power level P₁ is received followed by packet 200 ₃ with the highest power level P₄. Then, packet 200 ₄ is received with power level P₃. The receiver 160 (FIG. 1) has to handle the change in power level between packets 200 ₁–200 ₃ within the guard time 220. For example, if P₄ is −7 dBm and P₁ is −32 dBm the receiver 160 (FIG. 1) has to handle packet 200 ₂ with power level of −32 dBm, followed by packet 200 ₃ with power level of −7 dBm.

In a typical burst mode system, a packet 200 ₁₋₄ can include long strings of bits without transitions which are transmitted in a time slot 210 ₁₋₄. The guard time or interpacket spacing time 220 between two packets 200 ₁₋₄ may be less than the longest string of bits without transitions.

FIG. 2B illustrates the data in two of the received packets 200 ₂, 200 ₃ shown in FIG. 2A. As shown in FIG. 2A, the power level of packet 200 ₂ is P₁ and the power level of packet 200 ₃ is P₄. Each packet 200 ₂, 200 ₃ transmitted in its respective time slot 210 ₂, 210 ₃ includes sequences of bits set to a logic ‘one’ or a logic ‘zero’. The voltage level of the sequences of bits set to a logic ‘one’ or a logic ‘zero’ is dependent on the power level of the packet. Packet 200 ₂ (FIG. 2A) received in time slot 210 ₂ includes a sequence of bits set to logic ‘one’ 214 and a sequence of bits set to ‘zero’ 216 between a sequence of bits which change from “one” to “zero”. Packet 200 ₃ (FIG. 2A) received in time slot 210 ₃ includes a sequence of bits set to logic ‘one’ 214 between sequences of bits which change from logic ‘one’ to ‘zero’. The sequence of bits set to logic ‘one’ 214 and sequence of bits set to ‘zero’ 216 in the received packets 200 ₂, 200 ₃ (FIG. 2A) are longer than the guard time 220 between packets 200 ₂, 200 ₃ (FIG. 2A).

FIG. 3 is a block diagram of the burst mode receiver 160 in the central terminal 100 shown in FIG. 1 according to the present invention. The burst mode receiver 160 provides a digital signal 304 corresponding to a received optical signal 200. The burst mode receiver 160 of the present invention includes a converter 300, an AC-coupled pre-amplifier 320, a filter 360 and a comparator with hysteresis 340.

The converter 300 converts an optical signal 200 to an electrical signal 301. The AC-coupled pre-amplifier 320 provides a voltage signal having a slowly decaying voltage level for a long string of ‘ones’ or ‘zeros’ within a received packet on the electrical signal 301. The filter 360 is coupled between the pre-amplifier 320 and the comparator with hysteresis 340 to reduce noise on the amplified voltage signal 302. A comparator with hysteresis 340 ignores the slowly decaying power level of a long string of ‘ones’ or ‘zeros’ within the filtered signal 303 and does not overwrite the power level of the long string on the digital signal 304 until it detects the end of the string.

FIG. 4 is a circuit diagram of the converter 300 in the burst mode receiver 160 shown in FIG. 3. The converter 300 includes an optical to electrical convertor. One example is a P-I-N (P-type doped material-Intrinsically doped material-N-type doped material) diode 400 and a TransImpedance Amplifier (“TIA”) 420. The P-I-N diode 400 is a photo diode operated with a reverse bias voltage and thus behaves as a current source when illuminated. The P-I-N diode 400 converts the received optical signal 200 to an electrical current. The optical signal 200 includes data which can be encoded using well-known encoding techniques such as, Non-Return-to-Zero (“NRZ”), Differential NRZ, Manchester or Return-to-Zero (“RZ”). The TIA 420 functions as a current to voltage converter. The electrical current provided by the P-I-N diode 400 is converted by the TIA 420 to an electrical signal V_(CON) 301 representative of the optical signal 200. Returning to FIG. 3, the output of the converter 300 is coupled to the AC coupled pre-amplifier 320.

FIG. 5A is a circuit diagram of an embodiment of the AC-coupled pre-amplifier 320 in the burst mode receiver 160 shown in FIG. 3. The AC-coupled pre-amplifier 320 includes a differential amplifier 204. A differential amplifier is an amplifier that responds to the difference between two input voltages. The input terminals of the differential amplifier are called the non-inverting and the inverting inputs. The output voltage of the differential amplifier is dependent on the difference between the two input voltages.

FIG. 5B illustrates an ideal transfer curve for a differential amplifier showing the relationship between the output voltage V_(OUT) and the difference in voltage V_(d) between the two input voltages. The transfer curve includes a linear region 500. The linear region 500 is bounded by positive saturation 504 and negative saturation 502. The slope of the linear region 500 is called the open-loop gain of the differential amplifier. The output voltage V_(OUT) is computed using the following equation: V _(OUT) =AV _(d) =A(V _(p) −V _(n))

-   -   where:     -   A=gain;     -   V_(d)=difference in voltage between inputs of the differential         amplifier;     -   V_(p)=input voltage at the non-inverting terminal;     -   V_(n)=input voltage at the inverting terminal; and     -   V_(OUT)=0 when V_(p)=V_(n).

Increasing V_(p) results in V_(OUT) increasing in the positive direction. Increasing V_(n) results in V_(OUT) increasing in the negative direction. The differential amplifier has the highest gain in the linear region 500, where the differential voltage V_(d) is small.

Returning to FIG. 5A, a coupling capacitor (C_(in)) 201 is coupled between the output of the converter 300 (FIG. 3) and the positive input of the differential amplifier 204. A coupling capacitor couples an Alternating Current (“AC”) signal from one ungrounded point to another. The coupling capacitor acts like a switch that is open to AC current and closed to DC current. This allows an AC signal to be transmitted without disturbing DC biasing. The coupling capacitor 201 provides an AC-coupled electrical signal 305 corresponding to the electrical signal 301 provided by the converter 300. The AC-coupled electrical signal 305 is coupled to the positive input of the differential amplifier 204.

FIG. 5C is a timing diagram illustrating the electrical signal V_(CON) 301 (FIG. 5A), the corresponding AC-coupled electrical signal V_(CONC) 305 and the positive output of the differential amplifier for a portion of a received packet in the embodiment of the pre-amplifier 320 shown in FIG. 5A.

An electrical signal has driven edges and undriven edges. A driven edge occurs upon a change of state in the current signal. For example, a change of state occurs when the state changes from a logic ‘zero’ to a logic ‘one’ or from a logic ‘one’ to a logic ‘zero’. An undriven edge is the decay of the current state of the electrical signal.

As shown, electrical signal 301 has driven edges 510, 512. A driven edge 510, 512 in the electrical signal 301 results in a corresponding rising or falling transition 130 in the AC coupled electrical signal V_(CONC) 305 of the capacitor. An undriven edge in the AC coupled electrical signal 305 is where the voltage of the AC coupled electrical signal 305 decays to V_(bb). V_(bb) is a point of stability half way between logic ‘one’ and logic ‘zero’. For example, an undriven edge occurs when there is a sequence of bits set to ‘one’ 214 in a received packet. In the AC coupled electrical signal 305, the driven edge 130 and the undriven edge 132 decay at different rates.

Returning to FIG. 5A, the AC-coupled pre-amplifier 320 includes a first resistor (R_(in)) 202 coupled between the non-inverting input and the inverting input of the differential amplifier 204. A positive feedback resistor (R_(FB)) 203 is coupled between the positive output 302-1 and the non-inverting input of the differential amplifier 204. The AC coupled pre-amplifier 320 provides a driven time constant for each driven edge 130 (FIG. 5C) of the AC-coupled electrical signal 305 and an undriven time constant for each undriven edge 132 (FIG. 5C). The undriven time constant is longer than the driven edge time constant. The driven edge time constant is computed using the following equation: $\tau_{driven} = \sqrt{\left( \tau_{i\; n} \right)^{2} + \left( \frac{C_{i\; n}}{I_{i\; n}} \right)^{2}}$ where:

-   -   τ_(in)=The edge rate of the input to the AC-Coupled         pre-amplifier;     -   I_(in)=The available input drive current;     -   C_(in)=Capacitance of coupling capacitor 201.

The differential amplifier 204 has open-loop gain A₀. There is positive feedback provided by positive feedback resistor R_(FB) 203 coupled between the non-inverting input amplifier 204. The undriven edge time constant is computed using the following equation: τ_(undriven) =R _(in) ·C _(in)

The differential amplifier 204 extends the decay of an undriven edge 132 (FIG. 5C) of the AC-coupled electrical signal V_(CONC) 305 through the positive feedback resistor R_(FB) 203. At each undriven edge 132 (FIG. 5C) corresponding to a string of ‘ones’ 214 (FIG. 5C), the voltage of the AC-coupled electrical signal 305 decays to V_(bb) dependent on the undriven edge time constant. The voltage of the AC-coupled electrical signal 305 decays to V_(bb), as the input coupling capacitor discharges through the input resistor 202.

The decay of an undriven edge 132 (FIG. 5C) of the AC-coupled electrical signal 204 occurs because the positive feedback resistor R_(FB) 203 and the input resistor R_(in) 202 form a voltage divider which provides a differential voltage between the inverting input and the non-inverting input of the differential amplifier 204. The ratio between the feedback resistor R_(FB) 203, the input resistor R_(in) 202 is chosen so that the open loop gain of the amplifier A_(o) does not saturate the output. The decay time of the undriven edge 132 (FIG. 5C) is proportional to the input resistor (R_(in)) 202 and the coupling capacitor (C_(in)) 201 and is set to be longer than the decay of a driven edge but shorter than the guard time 220 (FIG. 2) between packets.

For hard hysteresis the input voltage V_(j) must be greater than or equal to the input threshold voltage V_(inthres) as shown below: V_(j)≧V_(inthres) where $V_{inthres} = {{\frac{V_{LH} - V_{LL}}{Ao}\mspace{14mu}{and}\mspace{14mu} V_{j}} = {R_{i\; n}\;\frac{V_{LH} - V_{bb}}{R_{FB} + R_{i\; n}}}}$ substituting for V_(j) and V_(inthres), $\frac{V_{LH} - V_{LL}}{A_{o}} \leq {R_{i\; n} \cdot \frac{V_{LH} - V_{bb}}{R_{FB} + R_{i\; n}}}$ where:

-   -   A_(o)=open loop gain;     -   V_(LH)=Logic High Voltage;     -   V_(LL)=Logic Low Voltage; and         $V_{bb} = {{{Logic}\mspace{14mu}{Level}\mspace{14mu}{Midpoint}} = \frac{V_{LH} + V_{LL}}{2}}$     -   V_(j)=The voltage level feedback to the input; and     -   V_(inthres)=The input voltage necessary to saturate the output.         after substituting for V_(bb) the relationship required between         the open loop gain and the resistors to create hard hysteresis         is as follows:         $A_{o} \geq {\frac{2\mspace{14mu} R_{FB}}{R_{i\; n}} + 2}$         To create degenerative hysteresis, the following equation must         be satisfied: $A_{o} < {\frac{2R_{FB}}{R_{i\; n}} + 2}$         where:     -   A_(o)=open loop gain;     -   R_(FB)=feedback resistor and     -   R_(in)=input resistor.

The charge stored on the coupling capacitor (C_(in)) 201 is discharged through the input resistor (R_(in)) 202. This process continues until the voltage at the non-inverting input of the differential amplifier 204 reaches V_(bb). At that time, the decay of an undriven edge is complete. Thus, the undriven time constant is longer than the driven time constant.

The differential amplifier 204 has positive feedback. The positive feedback from the output to the non-inverting input of the differential amplifier 204 is selected so that the output voltage decays slowly and does not maintain itself as in hard hysteresis.

The ratio between the coupling capacitor C_(in) 201 and the input resistor R_(in) 202 are chosen so that there is decay and that the decay is faster than the inter-packet time. The decay exits because the voltage divider comprising R_(FB) and R_(in) provides a voltage across the inverting input and the non-inverting input which when multiplied by the open loop gain of the differential amplifier is less than the current output voltage.

In one embodiment for receiving a 622 Mega bits per second signal, C_(in)=33 picoFarads, R_(in)=75 ohms, R_(FB)=3 kilo-ohms and the open loop gain is 40. The relationship between the open loop gain and the resistors is: $A_{o} < {\frac{2R_{FB}}{R_{i\; n}} + 2}$ Substituting A_(o)=40, R_(in)=3K and R_(in)=75 in the above equation. The relationship between A_(o), R_(FB) and R_(in) in the embodiment is: 40<82

C_(in) is kept small such that τ_(in) dominates the driven edge time constant where: $\tau_{driven} = \sqrt{\tau_{i\; n}^{2} + \left( \frac{C_{i\; n}}{I_{i\; n}} \right)^{2}}$

Returning to FIG. 5C, the AC-coupled pre-amplifier 320 increases the saturation time 514 b and the discharge time 516 b. For example, with a pulse width of 6 ns, the saturation time 514 a on V_(CONC) 305 is 12 ns. The AC-coupled pre-amplifier 320 clips the output because of saturation of the differential amplifier during a saturation time 514 b for 50 ns and also increases the discharge time 516 b.

The value of R_(in) is chosen to limit noise across the inputs of the differential amplifier 204 because any noise is amplified at the output by the differential amplifier 204. Also, the value of R_(in) is chosen to avoid improper loading of the input converter 300. Improper loading can significantly reduce the voltage level of the input signal.

Returning to FIG. 3, a filter 360 is coupled between the pre-amplifier 320 and the comparator with hysteresis 340 to reduce noise on the amplified voltage signal V_(p) 302. The filter 360 can be a second order Butterworth filter. A Butterworth filter is commonly used to reduce noise and well-known to those skilled in the art. After the filter has reduced the noise on the amplified voltage signal 302, the filtered signal 303 is coupled to a comparator with hysteresis 340.

FIG. 5D is a circuit diagram of another embodiment of an AC-coupled pre-amplifier in the burst mode receiver shown in FIG. 3. This embodiment differs from the embodiment described in conjunction with FIG. 5A in that the input electrical signal 510-1, 510-2 is differential; that is, the difference between the voltage on signal 510-1 and 510-2. The AC-coupled pre-amplifier 520 includes an differential amplifier 204 which amplifies a difference in voltage between received input electrical signals 510-1, 510-2 to an amplified difference in voltage between output electrical signals 302-1, 302-2. Each input electrical signal 302-1, 302-2 is coupled to a respective coupling capacitor 510-1, 510-2. AC-coupled electrical signal 505-1 is connected to the non-inverting input of the differential amplifier 204 and AC-coupled electrical signal 505-2 is connected to the inverting input of the differential amplifier 204.

An input resistor R_(in) 202 is coupled between the non-inverting input and the inverting input of the differential amplifier 204. A first feedback resistor 506 is coupled between the non-inverting input of the differential amplifier 204 and the positive output of the differential amplifier 204. A second feedback resistor 508 is coupled between the inverting input of the differential amplifier 204 and the negative output of the differential amplifier 204. The resistance of the first feedback resistor 506 and the second feedback resistor 508 can be the same so that the ratio of each respective feedback resistor and the input resistor R_(in) 202 is the same.

Each of the output electrical signals 302-1, 302-2 has a driven edge time constant dependent on the edge rate of the input, and the ratio between the input drive current and the respective coupling capacitor 510-1, 510-2 as described in conjunction with FIG. 5A. The undriven edge time constant of each respective output signal 302-1, 302-3 is dependent on the input resistor R_(in) 202 and the coupling capacitor 510-1, 510-2 as described in conjunction with FIG. 5A.

The ratio between the respective feedback resistors R_(FB) 506, 508, input resistor R_(in) 202 and the open-loop gain A_(o) are chosen so that an undriven edge decays. The values of input resistor (Rn) 202 and coupling capacitors (C_(in)) 510-1, 510-2 are chosen such that the decay of an undriven edge of the respective output electrical signal 302-1, 302-2 is faster than the inter-packet time. In the case of balanced feedback resistors, to create degenerative hysteresis, the following equation must be satisfied: $A_{o} < {\frac{2R_{FB}}{R_{i\; n}} + 1}$ where:

-   -   A_(o)=open loop gain     -   R_(FB)=feedback resistor and     -   R_(in)=input resistor.

The differential amplifier 204 has positive feedback through feedback resistor 506 coupled between the non-inverting input and the positive output 302-1 and through feedback resistor 508 coupled between the inverting input and the negative output 302-2.

Thus, the decay of an undriven edge at output electrical signal 302-1 is computed as: $\tau_{undriven} = \frac{C_{i\; n} \cdot R_{i\; n}}{2}$ where:

-   -   τ_(undriven)=Undriven edge time constant;     -   C_(in)=coupling and capacitor; and     -   R_(in)=input resistor.

Similarly, the decay of the driven edge at the output electrical signal 302-2 is computed as:

where:

-   -   τ_(driven)=driven edge time constant;     -   τ_(in)=the edge rate of the input to the AC-coupled         pre-amplifier; and     -   I_(in)=the available input drive current.

Returning to FIG. 3, a filter 360 is coupled between the pre-amplifier 320 and the comparator with hysteresis 340 to reduce noise on the amplified voltage signal V_(p) 302. The filter 360 can be a second order Butterworth filter. A Butterworth filter is commonly used to reduce noise and well-known to those skilled in the art. After the filter has reduced the noise on the amplified voltage signal 302, the filtered signal 303 is coupled to a comparator with hysteresis 340.

FIG. 6A is a circuit diagram of the comparator with hysteresis 340 in the burst mode receiver 160 shown in FIG. 3. The comparator with hysteresis 340 includes a comparator 600 with two feedback resistors 602, 604. The positive output 303-1 from the filter 360 (FIG. 3) is coupled to the non-inverting input of the comparator with hysteresis 600 through capacitor 606. The negative output 303-2 from the filter 360 (FIG. 3) is coupled to the inverting input of the comparator with hysteresis 600 through capacitor 608. The comparator with hysteresis 340 has dual positive feedback through the feedback resistors 602, 604. In an embodiment in which the resistance of each of the feedback resistors 604, 602 is 1 Kilo ohms, the input resistor 610 is 510 ohms and the capacitors 606, 608 are each 33 pF, the high pass time constant is 8.4 nanoseconds (255×33 pF) for a system with a pulse width of 6 nano-seconds.

The outputs 304-1, 304-2 of the comparator with hysteresis 600 change state on each rising or falling edge of the input which is faster than the high pass time constant. The high pass filter on the input of the comparator with hysteresis 340 has a sufficiently high 3 dB point such that the slowly decaying power levels of a long string of logic ‘ones’ or logic ‘zeros’ are ignored and thus do not affect the previous state. The state of the comparator with hysteresis 600 is set by the driven edge of the first ‘one’ in a string of ‘ones’. The previous state is held until the falling edge after the last ‘one’ in the string of ‘ones’ is received. Thus, the capacitors 606, 608 act as high-pass filters allowing a driven edge to pass through and ignoring the slowly decaying power levels of a long string of ‘ones’ or ‘zeros’.

A comparator switches between two possible output values dependent on the difference in voltage between the non-inverting input and the inverting input. A more stable comparator is provided by adding hysteresis to the comparator. A hysteresis region is provided between a first voltage and a second voltage. The comparator switches from one of the output voltages to the other voltage only when the difference in voltage at the input is less than the first voltage or greater than the second voltage. Thus, the comparator with hysteresis acts like a flip-flop with two stable output states.

In comparator 340, the hysteresis region is provided through feedback resistors 604 and 602. Feedback resistor 604 is coupled between the positive output 304-1 and the non-inverting input of the comparator 600. Feedback resistor 602 is coupled between the negative output 304-2 and the inverting input of the comparator 600.

The hysteresis region is dependent on the ratio of feedback resistors 604, 602, the input resistor 610 and the output levels of the comparator 600. The ratio between feedback resistors 604, 602, and the input resistor 610 is chosen dependent on a minimum voltage level to be detected. The hysteresis reduces the effect of noise in the comparison of voltage signals 303-1, 303-2. For example, in an embodiment, in which the minimum voltage level selected is 200 mV, the hysteresis is selected so that any difference in voltage between input voltage signals 303-1 and 303-2 which is below 200 mV is considered noise and ignored.

FIG. 6B is a timing diagram illustrating the non-inverted voltage input 303-1, the inverted voltage input 303-2 to the comparator with hysteresis 340 (FIG. 3) and the non-inverted output signal 304-1 from the comparator shown in FIG. 6A. The comparator with hysteresis 340 has two outputs, a positive output 304-1 and a negative output 304-2. The state of the outputs 304-1, 304-2 are dependent on the result of the comparison of input voltage signals 303-1, 303-2. For example, digital signal 304-1 is set to logic ‘one’ if the non-inverted voltage signal 303-1 is greater than the inverted voltage signal 303-2. The digital signal 304 is set to logic ‘zero’ if the inverted voltage signal input 303-2 is greater than the non-inverted voltage signal input 303-1.

FIG. 7 is a measured trace of the electrical signal 301 at the output of the converter 300 shown in FIG. 4 in an embodiment of the invention. FIG. 7 shows data in the middle of a packet 100. The data includes a string of ‘ones’ 700 and a string of ‘zeros’ 702 separated by a string of ‘1010’ 704. The time interval 706 is 1 micro-second and the voltage interval 708 is 0.5V. The voltage level for the string of ‘ones’ 700 and the string of ‘zeros’ is constant; that is, there is no decay.

FIGS. 8A to 8B are measured traces of an AC-coupled signal 305 (FIG. 5A) at the input of the AC-coupled differential amplifier in the pre-amplifier 404 shown in FIG. 5A corresponding to the output shown in FIG. 7. The AC-coupled electrical signal 305 (FIG. 5A) includes the same string of ‘ones’ 700 and a string of ‘zeros’ 702 separated by a string of “1010” 704 shown in FIG. 7. The time interval 800 is 0.1 micro-second and the voltage interval 802 is 200 milli-Volt (“mV”). The voltage of the AC-coupled electrical signal ranges 300 mV above and below V_(bb). However, the string of ‘ones’ 700 and the string of ‘zeros’ 702 of the AC-coupled signal 305 decay rapidly to V_(bb). FIG. 8B expands the measured trace shown in FIG. 8A by changing the time interval 804 to 5 nanoseconds and showing region 808 in FIG. 8A. As shown the saturation time 810 for the string of ‘ones’ is about 12 nanoseconds for a pulse width of 6 nanoseconds.

FIGS. 9A to 9B are measured traces of the output of the pre-amplifier shown in FIG. 5A corresponding to the AC-coupled signal shown in FIGS. 8A–8B. The time interval 900 is 0.1 micro second and the voltage interval 902 is 200 mV. The decay time of the string of ‘ones’ has been extended. FIG. 9B expands the measured trace shown in FIG. 9A by changing the time interval 908 to 10 nanoseconds and showing region 904 in FIG. 9A. As shown, the saturation time for the string of ‘ones’ has been extended to about 50 nanoseconds for a pulse width of 6 nanoseconds.

FIGS. 10A–10B are measured traces of digital signals at the input of the comparator with hysteresis 340 shown in FIG. 6A. The scale of both FIG. 10A and FIG. 10B is the same with time interval 1000 of 0.1 micro second and voltage interval 1002 of 50 milli Volts. FIG. 10A is a measured trace of a −27 dBm input signal. FIG. 10B is a measured trace of a −7 dBm signal.

FIGS. 11A–11C are measured traces of optical signals at the input of the burst mode receiver and digital signals at the output of the burst mode receiver shown in FIG. 3. The scale of FIG. 11A is time interval 1100 of 0.2 micro seconds and power interval 1102 of 70 micro Watts.

FIG. 11A is the measured optical signal at the input to the receiver 160 (FIG. 2) that is received over the PON 140 (FIG. 1). The optical signal shown in FIG. 11A includes a portion of a received data packet 1104 with power level of −6 dBm followed by a second data packet 1106 with power level of−23 dBm, followed by a third data packet 1108 with power level of −6 dBm. Data packet 1106 could be mistaken as noise when compared with data packets 1104, 1108.

FIG. 11B is the measured digital signal at the output of the burst mode receiver 160. The scale of FIG. 1B is time interval 1100 of 200 ns and voltage interval 1103 of 200 mV. Digital signals 1110 correspond to data packet 1104 (FIG. 1A), digital signals 1112 correspond to data packet 1106 (FIG. 11A) and digital signals 1114 correspond to 1108 (FIG. 11A). As shown, the burst mode receiver 160 (FIG. 11A) has amplified the low power data packet 1106 (FIG. 11A) to provide an output digital signal that is the same power level irrespective of the power of the received optical signal.

FIG. 11C is the measured digital signal at the output of the burst mode receiver 160 (FIG. 1) shown in FIG. 11C zoomed in on the last bit 1116 of data packet 1110 (FIG. 11B) and the preamble 1118 of data packet 1112 (FIG. 11B). The scale of FIG. 11C is time interval 1120 of 5 ns and voltage interval 1102 of 200 mV. Thus, the burst mode receiver 160 (FIG. 1) amplifies weak and strong received optical signals such that the output power level of all received optical signals within a minimum threshold level is the same at the output of the burst mode receiver.

Thus, it can be seen that the burst mode receiver can maintain the output of the system at a constant power level for a large number of bit times. Also, the burst mode receiver is indifferent to the DC threshold levels of the incoming signals because the power level for a large number of bit times is the same. Thus, the burst mode receiver can change its gain sufficiently quickly so that it can respond to the two extremes of power levels that can be received in the inter-packet time.

The invention has been described for receiving packets transmitted in burst mode. However, the invention is not limited to receiving packets transmitted in burst mode, the burst mode receiver can also receive packets transmitted in continuous mode (non-burst mode).

While this invention has been particularly shown and described with references to preferred embodiments thereof it will be understood by those skilled in the art that various changes in form and details may be made therein without departing from the scope of the invention encompassed by the appended claims. 

1. A burst mode receiver comprising: a converter which converts a received optical signal including a plurality of packets transmitted in burst mode into an electrical signal; a pre-amplifier coupled to the converter through a capacitor, which receives an AC-coupled electrical signal from the converter and outputs a corresponding voltage signal, the voltage signal having a driven edge time constant for each driven edge of the AC-coupled electrical signal and an undriven edge time constant that is extended and longer than the driven edge time constant for each undriven edge of the AC-coupled electrical signal; and a differential amplifier having a hysteresis circuit coupled to the pre-amplifier, the differential amplifier receiving the voltage signal from the pre-amplifier and outputting a digital signal corresponding to the voltage signal, wherein the hysteresis circuit holds the digital signal in a particular state for each undriven edge or the voltage signal and changes the state of the digital signal for each driven edge of the voltage signal.
 2. The burst mode receiver of claim 1 wherein the undriven edge time constant is shorter than a guard time between packets.
 3. The burst mode receiver of claim 2 wherein the packets have a wide dynamic range or power levels.
 4. The burst mode receiver of claim 3 wherein the range of power levels is −32 dBm to −7 dBm.
 5. The burst mode receiver of claim 1 further comprising a filter coupled between the pre-amplifier and the differential amplifier.
 6. The burst mode receiver of claim 1 wherein the optical signal is received from a remote terminal in a Passive Optical Network. 